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Joseph M. Francos:
A Universal and Exact Linear Framework for Estimation, Registration and Recognition of Deformable Objects
We consider the problem of estimating the geometric deformation of an object, with respect to some reference observation on it. Existing solutions, set in the standard coordinate system imposed by the measurement system, lead to high-dimensional, non-convex optimization problems. We propose a novel framework that employs a set of non-linear functionals to replace this originally high dimensional problem by an equivalent problem that is linear in the unknown transformation parameters.
The proposed solution is unique and exact and is applicable to any elastic or affine transformation regardless of its magnitude. By analyzing the stochastic properties of the proposed non-linear functionals in the presence of various error sources, optimal estimators of the deformation models are derived.

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July 16, 2011 11:41 AM

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